Geometry With Complex Number

Geometry In Complex Number|Exercise Questions |OMR

Problems based on geometry of Complex numbers and rotation theorem

In the complex [SbF_(5)]^(2-), sp^(3) d hybridization is present. Geometry of the complex is

According to Werner's theory the geometry of the complex is determined by

Derive the geometry of the complex compound corresponding to the brown ring in nitrate test Predict the magnetic moment of the complex .

Discuss the geometry of the complex [Fe(CN)_6]^(3-) on the basis of valence bond theory.

The spin only magnetic moment of [MnBr_(4)]^(2-) is 5.9 B.M. Geometry of the complex ion is

Mark the correct statements regarding the geometry of complex ions . (i) The geometry of the complex ion depends upon the coordination number . (ii) If coordination number is 6 , the complex is octahedral . (iii) If coordination number is 4 , the geometry of the complex may be tetrahedral or square planar .